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62^(2)-32^(2)+(?)^(2)=3144...

`62^(2)-32^(2)+(?)^(2)=3144`

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x^(2)-(x-2)^(2)=32

Find the sum of the following series: (a-b)62+(a^(2)+b^(2))+(a+b)^(2)++[(a+b)^(2)+6ab]

Solve each of the following quadratic equations: 2^(2x)-3.2^((x+2))+32=0

Prove that ((sin^(2)73^(@)+sin^(2)17^(@)))/((cos^(2)28^(@)+cos^(2)62^(@)))=1.

Evaluate 2(cos^(2)28^(@)-sin^(2)62^(@)) .

Evaluate 2(cos^(2)28^(@)-sin^(2)62^(@)) .

Factroize (i) (x^3-x) (ii) 18a^2x^2-32) (iii) (2a^5-32a) .

1+ (2.1) / (3.2) + (2.51) / (3.62 ^ (2)) + (2.58) / (3.69) * (1) / (2 ^ (3)) + ---- 1-oo =